Equations of membrane biophysics /

Equations of Membrane Biophysics provides an introduction to the relevant principles of thermodynamics, kinetics, electricity, surface chemistry, electrochemistry, and other mathematical theorems so that the quantitative aspects of membrane phenomena in model and biological systems could be describe...

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Detalles Bibliográficos
Clasificación:Libro Electrónico
Autor principal: Lakshminarayanaiah, N., 1919-
Formato: Electrónico eBook
Idioma:Inglés
Publicado: Orlando : Academic Press, 1984.
Temas:
Biological transport > Mathematics.
Membranes (Biology) > Mathematics.
Biophysics > Mathematics.
Biological transport.
Biological models.
Biological Transport
Membranes > physiology
Models, Biological
Transport biologique > Math�ematiques.
Membranes (Biologie) > Math�ematiques.
Biophysique > Math�ematiques.
Transport biologique.
Mod�eles biologiques.
SCIENCE > Life Sciences > Biology.
Biological transport
Biological models
Biological transport > Mathematics
Biophysics > Mathematics
Membranes (Biology) > Mathematics
Membranen.
Wiskundige modellen.
Fysiologie.
Organisms > Membranes > Transport phenomena > Mathematical models
Acceso en línea:Texto completo
Tabla de Contenidos:
  • Front Cover; Equations of Membrane Biophysics; Copyright Page; Table of Contents; PREFACE; Chapter 1. INTRODUCTION; References; Chapter 2. BASIC PRINCIPLES; I. Thermodynamic Concepts; II. Electrostatics; III. Physical and Electrochemical Principles; References; Chapter 3. ELECTROCHEMISTRY OF SOLUTIONS AND MEMBRANES; I. The Debye-H�uckel Theory; II. Debye-H�uckel Theory and Activity Coefficients; III. Debye-H�uckel Theory and Electrolyte Conductance; IV. Distribution of Ions and Potential Differences at Interfaces; V. Electrokinetic Phenomena; VI. Donnan Equilibrium
  • VII. Donnan Equilibrium in Charged MembranesVIII. Membrane Potential; IX. Some Applications of the Double-Layer Theory; X. Model-System Approach to Evaluation of Surface Charge Density; References; Chapter 4. ELECTRICAL POTENTIALS ACROSS MEMBRANES; I. Bi- and Multi-Ionic Potentials; II. Determination of Selectivity Coefficients Kijpot; III. Integration of Nernst-Planck Flux Equation; IV. Other Models; V. Liquid Membranes; VI. Thermodynamic Approach to Isothermal Membrane Potential; VII. Kinetic Approach to Membrane Potentials; References; Chapter 5. KINETIC MODELS OF MEMBRANE TRANSPORT
  • I. Equations of Enzyme KineticsII. Schematic Method of Deriving Rate Equations; III. Enzyme Kinetics of Mediated Transport; IV. Eyring Model for Membrane Permeation; V. Eyring Model and Biological Membranes; VI. Model for Lipid-Soluble Ions; VII. Model for Carriers of Small Ions; VIII. Models for Channel-Forming Ionophores; References; Chapter 6. STEADY-STATE THERMODYNAMIC APPROACH TO MEMBRANE TRANSPORT; I. Basic Principles; II. Electrical Parameters; III. Electrokinetic Phenomena; IV. Transport of a Solution of Nonelectrolyte across a Simple Membrane
  • v. Permeation of Electrolyte Solution through a MembraneVI. Nature of Water Flow across Membranes; References; Chapter 7. IMPEDANCE, CABLE THEORY, AND HODGKIN-HUXLEY EQUATIONS; I. Impedance; II. Elements of the Cable Theory; III. Models to Relate Input Impedance to Electrical Cell Constants; IV. Hodgkin-Huxley Equations; References; Chapter 8. FLUCTUATION ANALYSIS OF THE ELECTRICAL PROPERTIES OF THE MEMBRANE; I. Nonmathematical Description of Noise Analysis; II. Statistical Concepts; III. Mathematical Preliminaries; IV. Spectral Density and Rayleigh's Theorem
  • v. Spectral Density and Source ImpedanceVI. Filters; VII. Correlation Function and Spectra; VIII. Types of Noise Sources; References; INDEX

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